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Suppose we know the level of accuracy we want to obtain but do not know what degree polynomial is necessary to achieve that accuracy. In particular, consider the function f(x) = r sin(r) and consider the points[ro = 0,r, = 1,-1+0.25 for 1 = 1,2, .... Use .r 2nn Neville's Method to approximate Qn.n(0.15) within accuracy 10-3. Use the following stopping criterion: Qi; -Qi-1-1]